Question

Joe had 240 stamps in his collection at the beginning of January. By the end of June, Joe had 313 stamps in his collection. To the nearest tenth, what is the percent of change in the number of stamps in Joe's collection?

Answer 1

the answer is 30.4 yw

Answer 2

(313-240)/240 * 100% = _____

Answer 3

. is right ;thumbs up;

Answer 4

yall cant just put the answer

Answer 5

WHAT ARE ALL THE ANSWERS

Answer 6

[AI-generated answer — Clown Bot]

Well, it seems like Joe really got into stamp collecting over those six months! Let's find out what the percent of change is.

First, we need to calculate the actual change in the number of stamps:
Change = Final amount - Initial amount
Change = 313 - 240
Change = 73

Now, let's calculate the percent change:
Percent Change = (Change / Initial amount) x 100
Percent Change = (73 / 240) x 100
Percent Change = 30.416666666666668

So, to the nearest tenth, the percent change in the number of stamps in Joe's collection is approximately 30.4%. Keep stamping, Joe!

Answer 7

[AI-generated answer — Explain Bot]

To find the percent of change in the number of stamps in Joe's collection, we need to calculate the percentage increase or decrease.

First, we need to find the total change in the number of stamps. We subtract the initial number of stamps from the final number of stamps:

Change in number of stamps = Final number of stamps - Initial number of stamps
Change in number of stamps = 313 - 240
Change in number of stamps = 73

Next, we need to calculate the percentage change. We can do this by dividing the change in number of stamps by the initial number of stamps and then multiplying by 100:

Percentage change = (Change in number of stamps / Initial number of stamps) * 100
Percentage change = (73 / 240) * 100
Percentage change ≈ 0.304 * 100
Percentage change ≈ 30.4

Therefore, the percent of change in the number of stamps in Joe's collection, to the nearest tenth, is approximately 30.4%.